T1 - Concentrated Multi-nozzle Electrospinning Results showed that nanofiber deposition area and pattern of multi-nozzle electrospinning could be controlled actively, and nanofiber deposition could be fabricated in a quick thickening rate.",
By the OCAAES, concentrated and several patterned nanofibers deposition were fabricated. The capacity of OCAAES in deposition area and pattern controlling were investigated. This electrospinning method was named oppositely charged and air auxiliary electrospinning (OCAAES). In this set-up the air flow was used to transport neutralized nanofibers. To enhance the controlling of multi-nozzle electrospinning deposition, a set-up based oppositely charged electrospinning was designed. However, the concentrated effect of the works of control multi-nozzle electrospinning deposit was inconspicuous. The most common method was to use the auxiliary electrode. Control over the multi-nozzle electrospinning fibers deposition has attracted increasing attentions. Results showed that nanofiber deposition area and pattern of multi-nozzle electrospinning could be controlled actively, and nanofiber deposition could be fabricated in a quick thickening rate.Ībstract = "The multi-nozzle electrospinning is under extensive investigations because it is an easy way to enhance the productivity and also feasible to produce special structure fibers such as core-shell fibers and to fabricate composite fibers of those polymers that cannot form blend solution in common solvent.
Using 256 data points, q min = 0.The multi-nozzle electrospinning is under extensive investigations because it is an easy way to enhance the productivity and also feasible to produce special structure fibers such as core-shell fibers and to fabricate composite fibers of those polymers that cannot form blend solution in common solvent. This example dataset is produced by calculating the CoreShell, Fournet, "Small-Angle Scattering of X-Rays", Scattering from monodisperse vesicles can be calculated by setting However, no interparticle interference effects are included in this Intensity per unit volume, I( q) = phi*P( q). Volume fraction, phi, the returned value is the scattered
If the scale factor Parameter is set equal to the particle
#Core shell nozzle free#
Parameters can be free during the model fitting. In the model and are perfectly correlated. Parameter (scale) and the SLD's are multiplicative factors
The returned value is scaled to units of. Resolution smeared version is also provided. Alan Munter 08 JULY 1999, converted to JavaĬalculates the form factor, P( q), for a monodisperse spherical
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